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The model is separated into two decision stages.
The x-axis represents the decision stages through which the RAP variants proceed.
These differences occur at decision stages 7 to 13 and 18 to 25.
As an alternative modelling strategy, a one-part GLM and joint estimation of both decision stages was applied [8].
In general, these approaches start with the basic resource allocation plan as captured previously by Eq. (4) and then traverse a sequence of decision stages.
Specifically, the figure organizes the exhaustive enumeration of all possible solutions obtained based on the decision stages explored by the three RAP variants.
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This is the task of the final decision stage (Note Decision).
This decision stage can be integrated into the NMF procedure by using group sparsity [32] which obviates the need for a back-end decision stage in future work.
Each decision stage generates an optimal or near optimal resource allocation plan given that one additional resource is available for allocation relative to the previous decision stage.
If the initial decision state is successfully passed, the system goes into the final decision stage.
If the initial decision state is successfully passed, the system reaches the final decision stage.
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